Enhanced Electromagnetic Wave Absorption Properties of Ultrathin MnO2 Nanosheet-Decorated Spherical Flower-Shaped Carbonyl Iron Powder

In this work, spherical flower-shaped composite carbonyl iron powder@MnO2 (CIP@MnO2) with CIP as the core and ultrathin MnO2 nanosheets as the shell was successfully prepared by a simple redox reaction to improve oxidation resistance and electromagnetic wave absorption properties. The microwave-absorbing properties of CIP@MnO2 composites with different filling ratios (mass fractions of 20%, 40%, and 60% after mixing with paraffin) were tested and analyzed. The experimental results show that compared with pure CIP, the CIP@MnO2 composites have smaller minimum reflection loss and a wider effective absorption bandwidth than CIP (RL < −20 dB). The sample filled with 40 wt% has the best comprehensive performance, the minimum reflection loss is −63.87 dB at 6.32 GHz, and the effective absorption bandwidth (RL < −20 dB) reaches 7.28 GHz in the range of 5.92 GHz–9.28 GHz and 11.2 GHz–15.12 GHz, which covers most C and X bands. Such excellent microwave absorption performance of the spherical flower-like CIP@MnO2 composites is attributed to the combined effect of multiple beneficial components and the electromagnetic attenuation ability generated by the special spherical flower-like structure. Furthermore, this spherical flower-like core–shell shape aids in the creation of discontinuous networks, which improve microwave incidence dispersion, polarize more interfacial charges, and allow electromagnetic wave absorption. In theory, this research could lead to a simple and efficient process for producing spherical flower-shaped CIP@MnO2 composites with high absorption, a wide band, and oxidation resistance for a wide range of applications.


Introduction
With the rapid development of modern electronic information technology, various electronic devices have provided a lot of convenience to people while also creating potential hazards to human health [1,2]. To cope with the increasingly serious electromagnetic pollution problem, there is an urgent need to develop wave-absorbing materials with Figure 1 briefly illustrates the preparation process of CIP@MnO 2 composites. In a typical process, CIP@MnO 2 composites were synthesized by coating MnO 2 shells on spherical carbonyl iron through a simple redox reaction. The specific steps were as follows: First, 0.5 g of CIP and 0.1106 g of KMnO 4 were weighed and mixed in a beaker, followed by adding 70 mL of deionized water to the beaker and stirring for 20 min using mechanical stirring. Next, the stirred mixture was poured into a 100 mL PTFE-lined reactor and placed in an oven for 20 h at 160 • C and then cooled to room temperature. Finally, the CIP@MnO 2 composite was washed with ethanol and deionized water three times and dried at 40 • C for 6 h. The CIP@MnO 2 composite was obtained by centrifugation and drying. Taking the composite material and paraffin wax to be fully co-mingled, the composite was put into the drying oven to warm up until the paraffin wax completely melted. The melted mixture was poured into a mold with an inner diameter of 3.04 mm, an outer diameter of 7 mm, and a thickness of 3.04 mm, and a coaxial ring was formed after cooling. The coaxial line method was used to measure the electromagnetic absorption performance of the resulting samples. effective permittivity and permeability of the composites were obtained by the coaxial test method, and the wave absorption properties of CIP@MnO2 composites with mass filling fractions of 20 wt%, 40 wt%, and 60 wt% were accurately calculated. When the filling fraction is 40 wt%, composites have better integrated microwave absorption performance. This work provides some implications for the development of wave-absorbing materials with high efficiency, a broad band, and strong absorption.

Materials
CIP was produced by BASF AG with a particle size distribution of d50 = 3-4 μm. Potassium permanganate (KMnO4, ≥99%) was produced by Aladdin Co., Ltd. (Shanghai, China). Deionized water (18 MΩ cm) used to configure the solutions in the experiments was taken from the ultra-pure water machine (Millipore Aquelix 5) produced by Chongqing Jinfu Technology Company (Chongqing, China). Anhydrous ethanol (C₂H₆O) was produced by Chongqing Chuandong Chemical Co., Ltd. (Chongqing, China). All chemical reagents were of analytical grade and could be used without further treatment. Figure 1 briefly illustrates the preparation process of CIP@MnO2 composites. In a typical process, CIP@MnO2 composites were synthesized by coating MnO2 shells on spherical carbonyl iron through a simple redox reaction. The specific steps were as follows: First, 0.5 g of CIP and 0.1106 g of KMnO4 were weighed and mixed in a beaker, followed by adding 70 mL of deionized water to the beaker and stirring for 20 min using mechanical stirring. Next, the stirred mixture was poured into a 100 mL PTFE-lined reactor and placed in an oven for 20 h at 160 °C and then cooled to room temperature. Finally, the CIP@MnO2 composite was washed with ethanol and deionized water three times and dried at 40 °C for 6 h. The CIP@MnO2 composite was obtained by centrifugation and drying. Taking the composite material and paraffin wax to be fully co-mingled, the composite was put into the drying oven to warm up until the paraffin wax completely melted. The melted mixture was poured into a mold with an inner diameter of 3.04 mm, an outer diameter of 7 mm, and a thickness of 3.04 mm, and a coaxial ring was formed after cooling. The coaxial line method was used to measure the electromagnetic absorption performance of the resulting samples.

Characterization
The morphology and structure of the spherical flower-like CIP@MnO2 composites were characterized using focused ion beam/scanning electron microscopy (FIB/SEM; ZEISS AURIGA, Jena, Germany) and transmission electron microscopy (TEM; FEI Talos

Characterization
The morphology and structure of the spherical flower-like CIP@MnO 2 composites were characterized using focused ion beam/scanning electron microscopy (FIB/SEM; ZEISS AURIGA, Jena, Germany) and transmission electron microscopy (TEM; FEI Talos F200S G2, Thermo Scientific, Waltham, MA, USA). X-ray powder diffraction (XRD; D/max 2500) and energy-dispersive X-ray spectroscopy (EDS) were used for determining the crystal structure and surface elemental composition. The magnetic properties of the composites were measured with a vibrating sample magnetometer (VSM, LakeShore 7404). The electromagnetic parameters were measured by a vector network analyzer (Agilent N5234A, Santa Clara, CA, USA) in the frequency range of 2-18 GHz. A reflection loss curve was drawn using the electromagnetic parameters, and the eddy current loss and impedance matching were calculated for a comprehensive analysis of the electromagnetic wave absorption performance of the CIP@MnO 2 composite.

Results and Discussion
The structures of CIP and CIP@MnO 2 composites were analyzed by X-ray diffraction (XRD), as shown in Figure 2. The X-ray diffractograms showed that the diffraction peaks of the pure CIP samples were located at 2θ = 44.6 • , 64.9 • , and 82.1 • , which belong to the (110), (200), and (211) crystallographic planes of the body-centered cube, respectively. Meanwhile, the CIP@MnO 2 composite diffraction peak was located at 2θ = 44.6 • , 64.8 • , and 82.2 • corresponding to the (110), (200), and (211) crystal faces of the body-centered cube, respectively. However, there was no obvious characteristic peak of flake MnO 2 , which may be because the crystallinity of MnO 2 is low, so a diffraction peak is not detected. X-ray diffraction alone was not sufficient to understand the chemical elemental composition of the CIP@MnO 2 composites, so other means were used for an in-depth study.
F200S G2, Thermo Scientific, Waltham, MA, USA). X-ray powder diffraction (XRD; D/max 2500) and energy-dispersive X-ray spectroscopy (EDS) were used for determining the crystal structure and surface elemental composition. The magnetic properties of the composites were measured with a vibrating sample magnetometer (VSM, LakeShore 7404). The electromagnetic parameters were measured by a vector network analyzer (Agilent N5234A, Santa Clara, CA, USA) in the frequency range of 2-18 GHz. A reflection loss curve was drawn using the electromagnetic parameters, and the eddy current loss and impedance matching were calculated for a comprehensive analysis of the electromagnetic wave absorption performance of the CIP@MnO2 composite.

Results and Discussion
The structures of CIP and CIP@MnO2 composites were analyzed by X-ray diffraction (XRD), as shown in Figure 2. The X-ray diffractograms showed that the diffraction peaks of the pure CIP samples were located at 2θ = 44.6°, 64.9°, and 82.1°, which belong to the (110), (200), and (211) crystallographic planes of the body-centered cube, respectively. Meanwhile, the CIP@MnO2 composite diffraction peak was located at 2θ = 44.6°, 64.8°, and 82.2° corresponding to the (110), (200), and (211) crystal faces of the body-centered cube, respectively. However, there was no obvious characteristic peak of flake MnO2, which may be because the crystallinity of MnO2 is low, so a diffraction peak is not detected. X-ray diffraction alone was not sufficient to understand the chemical elemental composition of the CIP@MnO2 composites, so other means were used for an in-depth study.   Figure 3a, the synthesized CIP@MnO2 composite shows a spherical flowerlike structure with agglomerates together. The CIP particles were layered and encapsulated by MnO2 nanosheets, which grew vertically on the surface of Fe spherical particles. Figure 3b,c shows the microscopic morphology of the same CIP@MnO2 composite at different magnifications under SEM, indicating that the MnO2 nanosheets grow vertically on the Fe sphere particles to form CIP@MnO2 nanospheres with a rough surface. The MnO2 nanosheets significantly change the surface of CIP into a spherical core-shell flower-like structure. According to Che's theory, this irregular shape may facilitate the distribution of magnetic loss lines compared to a smooth surface [22].   Figure 3a, the synthesized CIP@MnO 2 composite shows a spherical flower-like structure with agglomerates together. The CIP particles were layered and encapsulated by MnO 2 nanosheets, which grew vertically on the surface of Fe spherical particles. Figure 3b,c shows the microscopic morphology of the same CIP@MnO 2 composite at different magnifications under SEM, indicating that the MnO 2 nanosheets grow vertically on the Fe sphere particles to form CIP@MnO 2 nanospheres with a rough surface. The MnO 2 nanosheets significantly change the surface of CIP into a spherical core-shell flower-like structure. According to Che's theory, this irregular shape may facilitate the distribution of magnetic loss lines compared to a smooth surface [22]. Molecules 2022, 27, x FOR PEER REVIEW 5 of 14 To determine the microstructure and elemental distribution of the composites, limited microscopic examination and elemental distribution were performed using transmission electron microscopy (TEM) and energy-dispersive X-ray spectroscopy (EDS). As shown in Figure 3d, the MnO2 nanosheets were distributed on the surface of the iron sphere particles, which is consistent with the results expressed in the TEM images of the composites. Figure 3e,f shows the microstructure of the MnO2 nanosheets at high resolution, showing smooth folds, and the high-resolution projection images show the planar spacing of the MnO2 nanosheets (0.68 mm). Figure 3g shows the EDS elemental mapping images of the CIP@MnO2 composites, where it can be clearly observed that CIP@MnO2 consists of Fe, C, Mn and O elements in selected regions. C is a minority in CIP@MnO2. C mainly comes from carbonyl iron powder dopant Fe3C and free C and some adsorbed gas. The above results accurately reveal the morphology, structure, and elemental composition of the CIP@MnO2 composites.
The hysteresis loops (M-H curves) of CIP@MnO2 composites and CIP in the range of −15 kOe to 15 kOe of the applied magnetic field were tested at 300 K, as shown in Figure  4. It can be seen that both particles exhibited typical ferromagnetic properties, i.e., the magnetization intensity of the particles varied with the increase in the applied magnetic field and then reached the saturation state. Since MnO2 is not magnetic, the saturation magnetization intensity of CIP@MnO2 is not significantly different from that of CIP. The coercivity of CIP@MnO2 composites (16.62 Oe) reduced compared to CIP (27.5 Oe). To determine the microstructure and elemental distribution of the composites, limited microscopic examination and elemental distribution were performed using transmission electron microscopy (TEM) and energy-dispersive X-ray spectroscopy (EDS). As shown in Figure 3d, the MnO 2 nanosheets were distributed on the surface of the iron sphere particles, which is consistent with the results expressed in the TEM images of the composites. Figure 3e,f shows the microstructure of the MnO 2 nanosheets at high resolution, showing smooth folds, and the high-resolution projection images show the planar spacing of the MnO 2 nanosheets (0.68 mm). Figure 3g shows the EDS elemental mapping images of the CIP@MnO 2 composites, where it can be clearly observed that CIP@MnO 2 consists of Fe, C, Mn and O elements in selected regions. C is a minority in CIP@MnO 2 . C mainly comes from carbonyl iron powder dopant Fe 3 C and free C and some adsorbed gas. The above results accurately reveal the morphology, structure, and elemental composition of the CIP@MnO 2 composites.
The hysteresis loops (M-H curves) of CIP@MnO 2 composites and CIP in the range of −15 kOe to 15 kOe of the applied magnetic field were tested at 300 K, as shown in Figure 4. It can be seen that both particles exhibited typical ferromagnetic properties, i.e., the magnetization intensity of the particles varied with the increase in the applied magnetic field and then reached the saturation state. Since MnO 2 is not magnetic, the saturation magnetization intensity of CIP@MnO 2 is not significantly different from that of CIP.  It is well known that the electromagnetic wave absorption performance can be expressed by the reflection loss (RL) value [23]. The RL value can be calculated from the experimentally determined complex permittivity, characterizing the microwave absorption properties [24]. According to the transmission line theory of relative complex permittivity and magnetic permeability, the reflection loss can be expressed as [25][26][27]: where Zin denotes the normalized input impedance of the absorbing material, Z0 denotes the input impedance in free space, denotes the relative complex permittivity, and denotes the relative complex permeability. f denotes the frequency of the microwave in free space, d is the thickness of the absorbing material, and c is the propagation velocity of the electromagnetic wave in free space [28,29]. Here, the real parts of permittivity and permeability (ε′ and μ′) indicate the ability to store electromagnetic energy, and the imaginary parts of permittivity and permeability (ε″ and μ″) indicate the ability to lose electrical energy [30,31]. Figure 5 shows the detailed absorption performance of the 20 wt%, 40 wt%, and 60 wt% CIP@MnO2 composites in the frequency range of 2-18 GHz. Figure 5b,d,f shows that the effective absorption bandwidth (RL < −20 dB) of the 20 wt%, 40 wt%, and 60 wt% CIP@MnO2 composites were 4.48 GHz, 7.28 GHz, and 6.64 GHz, respectively. In addition, the minimum reflection loss (RLmin) of the samples (20 wt%, 40 wt%, and 60 wt%) reached −129.19 dB, −63.87 dB, and −52.32 dB, with matched thicknesses of 6 mm, 10 mm, and 5.85 mm, respectively. In summary, when the filling ratio is 40 wt%, the effective absorption bandwidth (RL < −20 dB) reaches 7.28 GHz and RLmin reaches −63.87 dB. Due to the effective absorption, the absorption bandwidth (RL < −20 dB) is wider than the filling ratio of 20 wt%, and RLmin is smaller than the filling ratio of 60 wt%, so the comprehensive absorption performance is better when the filling ratio is 40 wt%. It is well known that the electromagnetic wave absorption performance can be expressed by the reflection loss (RL) value [23]. The RL value can be calculated from the experimentally determined complex permittivity, characterizing the microwave absorption properties [24]. According to the transmission line theory of relative complex permittivity and magnetic permeability, the reflection loss can be expressed as [25][26][27]: where Z in denotes the normalized input impedance of the absorbing material, Z 0 denotes the input impedance in free space, ε r = ε − jε denotes the relative complex permittivity, and µ r = µ − jµ denotes the relative complex permeability. f denotes the frequency of the microwave in free space, d is the thickness of the absorbing material, and c is the propagation velocity of the electromagnetic wave in free space [28,29]. Here, the real parts of permittivity and permeability (ε and µ ) indicate the ability to store electromagnetic energy, and the imaginary parts of permittivity and permeability (ε" and µ") indicate the ability to lose electrical energy [30,31]. Figure 5 shows the detailed absorption performance of the 20 wt%, 40 wt%, and 60 wt% CIP@MnO 2 composites in the frequency range of 2-18 GHz. Figure 5b,d,f shows that the effective absorption bandwidth (RL < −20 dB) of the 20 wt%, 40 wt%, and 60 wt% CIP@MnO 2 composites were 4.48 GHz, 7.28 GHz, and 6.64 GHz, respectively. In addition, the minimum reflection loss (RL min ) of the samples (20 wt%, 40 wt%, and 60 wt%) reached −129.19 dB, −63.87 dB, and −52.32 dB, with matched thicknesses of 6 mm, 10 mm, and 5.85 mm, respectively. In summary, when the filling ratio is 40 wt%, the effective absorption bandwidth (RL < −20 dB) reaches 7.28 GHz and RL min reaches −63.87 dB. Due to the effective absorption, the absorption bandwidth (RL < −20 dB) is wider than the filling ratio of 20 wt%, and RL min is smaller than the filling ratio of 60 wt%, so the comprehensive absorption performance is better when the filling ratio is 40 wt%. To further investigate the intrinsic absorption mechanism of the spherical flower-like structure CIP@MnO2 composites, the electromagnetic parameters and matching properties were investigated. The curves of ε′′ and ε′′ values of CIP@MnO2 composites with different filling ratios are depicted in Figures 6a,b, respectively. From the images, we can see that the ε′ values of CIP@MnO2 composite absorbing materials showed similar trends at different filling ratios, with an increasing trend in the tested frequency band of 2-18 GHz, and the ε′ values increased as the filling ratio increased. However, at fill ratios of 40-60%, ε′ changed relatively insignificantly, and even at higher frequency bands, ε′ decreased for fill ratios of 60% compared to fill ratios of 40%. There was no obvious trend of a change in ε′′ compared to ε′, the trend of a change in ε′′ was disorderly, and there were also some spurious peaks. There were large fluctuations in the range of 10.5-11.5 GHz and 14-45 GHz, indicating that the sample has strong absorption in the corresponding frequency band. The curves of μ′ and μ′′ values of CIP@MnO2 composites with different filling ratios are depicted in Figure 6b,c, from which we can see that the μ′ values of the three filling ratios showed a similar decreasing trend with increasing frequency. μ′′ showed irregular fluctuations with increasing frequency, and the fluctuation range stayed between 0.07 and 1.2. To further investigate the intrinsic absorption mechanism of the spherical flower-like structure CIP@MnO 2 composites, the electromagnetic parameters and matching properties were investigated. The curves of ε and ε values of CIP@MnO 2 composites with different filling ratios are depicted in Figure 6a,b, respectively. From the images, we can see that the ε values of CIP@MnO 2 composite absorbing materials showed similar trends at different filling ratios, with an increasing trend in the tested frequency band of 2-18 GHz, and the ε values increased as the filling ratio increased. However, at fill ratios of 40-60%, ε changed relatively insignificantly, and even at higher frequency bands, ε decreased for fill ratios of 60% compared to fill ratios of 40%. There was no obvious trend of a change in ε compared to ε , the trend of a change in ε was disorderly, and there were also some spurious peaks. There were large fluctuations in the range of 10.5-11.5 GHz and 14-45 GHz, indicating that the sample has strong absorption in the corresponding frequency band. The curves of µ and µ values of CIP@MnO 2 composites with different filling ratios are depicted in Figure 6b,c, from which we can see that the µ values of the three filling ratios showed a similar decreasing trend with increasing frequency. µ showed irregular fluctuations with increasing frequency, and the fluctuation range stayed between 0.07 and 1. Usually, dielectric and magnetic losses are the main causes of electromagnetic wave attenuation [32]. Magnetic losses of metallic composites can occur at different frequency scales, including hysteresis losses, eddy current effects, domain wall resonance, and natural ferromagnetic resonance [33,34]. Hysteresis loss is negligible due to the small applied electromagnetic field [34]. The eddy current loss is related to the thickness and conductivity of the absorber and can be expressed by the following equation [35,36]: where σ is the electrical conductivity and d is the sample thickness. μ0 denotes the magnetic permeability of vacuum. Figure 7 shows the C0 values of CIP@MnO2 composites with different filling ratios. If the magnetic loss is caused by eddy current loss, the C0 value of the sample should be close to stable with frequency, which is not consistent with that expressed in Figure 7. So the possibility of magnetic loss caused by the eddy current effect is excluded [37]. The significant peak of the C0 curve at 4-8 GHz should be attributed to the natural resonance [2]. Due to the approximate magnetic loss properties, the variation of C0 with frequency is similar from 8 to 18 GHz [38]. Based on the above analysis, the magnetic loss in the CIP@MnO2 composite sample may mainly come from natural resonance. Usually, dielectric and magnetic losses are the main causes of electromagnetic wave attenuation [32]. Magnetic losses of metallic composites can occur at different frequency scales, including hysteresis losses, eddy current effects, domain wall resonance, and natural ferromagnetic resonance [33,34]. Hysteresis loss is negligible due to the small applied electromagnetic field [34]. The eddy current loss is related to the thickness and conductivity of the absorber and can be expressed by the following equation [35,36]: where σ is the electrical conductivity and d is the sample thickness. µ 0 denotes the magnetic permeability of vacuum. Figure 7 shows the C 0 values of CIP@MnO 2 composites with different filling ratios. If the magnetic loss is caused by eddy current loss, the C 0 value of the sample should be close to stable with frequency, which is not consistent with that expressed in Figure 7. So the possibility of magnetic loss caused by the eddy current effect is excluded [37]. The significant peak of the C 0 curve at 4-8 GHz should be attributed to the natural resonance [2]. Due to the approximate magnetic loss properties, the variation of C 0 with frequency is similar from 8 to 18 GHz [38]. Based on the above analysis, the magnetic loss in the CIP@MnO 2 composite sample may mainly come from natural resonance. The microwave absorption performance of composite materials is the result of the combined effect of the attenuation constant and impedance matching, which is closely related to the electromagnetic properties of the sample itself. According to the principle of electromagnetic wave absorption, the impedance matching property Z is an important parameter to enhance electromagnetic wave absorption [39]. The modulus of the normalized input impedance is used to evaluate the impedance matching situation, and impedance matching can be found by the following equation [2,40,41]: where Zin is the impedance value of the absorbing material and Z0 is the free impedance in space. When the impedance matching value is close to 1, the smaller the reflection of the incident electromagnetic wave, the ideal the impedance matching that can be achieved [42]. When the incident electromagnetic wave enters the absorbing material, it is converted into heat and other forms of energy, thus achieving the effect of absorbing electromagnetic waves [16]. Figure 8a shows the exact impedance matching values of the CIP@MnO2 composites, and it can be seen from the figure that the samples with different filling ratios showed a decreasing trend with increasing frequency, and the impedance matching values varied between 0.3 and 0.75, showing stronger impedance matching in the C-band.  The microwave absorption performance of composite materials is the result of the combined effect of the attenuation constant and impedance matching, which is closely related to the electromagnetic properties of the sample itself. According to the principle of electromagnetic wave absorption, the impedance matching property Z is an important parameter to enhance electromagnetic wave absorption [39]. The modulus of the normalized input impedance is used to evaluate the impedance matching situation, and impedance matching can be found by the following equation [2,40,41]: where Z in is the impedance value of the absorbing material and Z 0 is the free impedance in space. When the impedance matching value is close to 1, the smaller the reflection of the incident electromagnetic wave, the ideal the impedance matching that can be achieved [42]. When the incident electromagnetic wave enters the absorbing material, it is converted into heat and other forms of energy, thus achieving the effect of absorbing electromagnetic waves [16]. Figure 8a shows the exact impedance matching values of the CIP@MnO 2 composites, and it can be seen from the figure that the samples with different filling ratios showed a decreasing trend with increasing frequency, and the impedance matching values varied between 0.3 and 0.75, showing stronger impedance matching in the C-band.  The microwave absorption performance of composite materials is the result of the combined effect of the attenuation constant and impedance matching, which is closely related to the electromagnetic properties of the sample itself. According to the principle of electromagnetic wave absorption, the impedance matching property Z is an important parameter to enhance electromagnetic wave absorption [39]. The modulus of the normalized input impedance is used to evaluate the impedance matching situation, and impedance matching can be found by the following equation [2,40,41]: where Zin is the impedance value of the absorbing material and Z0 is the free impedance in space. When the impedance matching value is close to 1, the smaller the reflection of the incident electromagnetic wave, the ideal the impedance matching that can be achieved [42]. When the incident electromagnetic wave enters the absorbing material, it is converted into heat and other forms of energy, thus achieving the effect of absorbing electromagnetic waves [16]. Figure 8a shows the exact impedance matching values of the CIP@MnO2 composites, and it can be seen from the figure that the samples with different filling ratios showed a decreasing trend with increasing frequency, and the impedance matching values varied between 0.3 and 0.75, showing stronger impedance matching in the C-band.  The attenuation constant is another factor in assessing the ability of absorbing materials to attenuate microwaves and can be calculated by the following equation [43,44]: where f is the frequency and c is the speed of light. The curves of the 20 wt%, 40 wt%, and 60 wt% CIP@MnO 2 composites are shown in Figure 8b. α indicates the overall attenuation capability of the samples. Among the three samples, the steep peaks appearing in the 20 wt% and 40 wt% samples may be related to the strong interfacial polarization. In addition, the 60 wt% sample had the highest value, while the 20 wt% sample had the worst value. From Debye theory, it is known that each Debye relaxation can be represented by each cole-cole semicircle in the ε − ε diagram. So we can use the ε − ε diagram to analyze the dielectric loss mechanism of composite materials [45]. Figure 9 shows the ε − ε plots for different fillings. From the figure, we can see that there are multiple semicircles and distorted semicircles for different filling amounts, which indicate the presence of multiple Debye relaxation and other dielectric loss mechanisms in the CIP@MnO 2 composites [46,47]. The attenuation constant is another factor in assessing the ability of absorbing materials to attenuate microwaves and can be calculated by the following equation [43,44]: where f is the frequency and c is the speed of light. The curves of the 20 wt%, 40 wt%, and 60 wt% CIP@MnO2 composites are shown in Figure 8b. α indicates the overall attenuation capability of the samples. Among the three samples, the steep peaks appearing in the 20 wt% and 40 wt% samples may be related to the strong interfacial polarization. In addition, the 60 wt% sample had the highest value, while the 20 wt% sample had the worst value. From Debye theory, it is known that each Debye relaxation can be represented by each cole-cole semicircle in the diagram. So we can use the diagram to analyze the dielectric loss mechanism of composite materials [45]. Figure 9 shows the plots for different fillings. From the figure, we can see that there are multiple semicircles and distorted semicircles for different filling amounts, which indicate the presence of multiple Debye relaxation and other dielectric loss mechanisms in the CIP@MnO2 composites [46,47].  To highlight that the CIP@MnO2 composite has better microwave absorption properties, Table 1 summarizes the electromagnetic wave absorption properties of some reported iron-absorbing materials (e.g., pure CIP, flower-like carbonyl iron, carbonyl iron\MnO2 composite, MnO2, C@MnO2 composite). Figure 10 depicts the wave absorption mechanism of the core-shell spherical flower-like structure CIP@MnO2 composites. When the incident wave reaches the surface of the absorbing material, the sparse and random MnO2  To highlight that the CIP@MnO 2 composite has better microwave absorption properties, Table 1 summarizes the electromagnetic wave absorption properties of some reported iron-absorbing materials (e.g., pure CIP, flower-like carbonyl iron, carbonyl iron\MnO 2 composite, MnO 2 , C@MnO 2 composite). Figure 10 depicts the wave absorption mechanism of the core-shell spherical flower-like structure CIP@MnO 2 composites. When the incident wave reaches the surface of the absorbing material, the sparse and random MnO 2 nanosheet shells facilitate the entry of electromagnetic waves. Structurally, the flower-like structure with a large specific surface area causes multiple reflections and scattering of microwaves and prolongs the transmission path, thus enhancing the absorption of electromagnetic waves [51]. However, the core-shell structure effectively increases the propagation path of microwaves and also facilitates the attenuation of electromagnetic waves [4]. In addition, the synergistic electron conduction effect of the small amount of C in CIP provides a rich conductive circuit in which the effective conduction losses can be converted from electromagnetic energy to thermal energy and disappear through electrical energy [52]. In brief, the spherical flower-like core-shell structure polarizes more interfacial charges and increases anisotropy, and electromagnetic attenuation is caused by the composite material's intrinsic resonance.
Molecules 2022, 27, x FOR PEER REVIEW 11 of 14 nanosheet shells facilitate the entry of electromagnetic waves. Structurally, the flower-like structure with a large specific surface area causes multiple reflections and scattering of microwaves and prolongs the transmission path, thus enhancing the absorption of electromagnetic waves [51]. However, the core-shell structure effectively increases the propagation path of microwaves and also facilitates the attenuation of electromagnetic waves [4]. In addition, the synergistic electron conduction effect of the small amount of C in CIP provides a rich conductive circuit in which the effective conduction losses can be converted from electromagnetic energy to thermal energy and disappear through electrical energy [52]. In brief, the spherical flower-like core-shell structure polarizes more interfacial charges and increases anisotropy, and electromagnetic attenuation is caused by the composite material's intrinsic resonance.

Conclusions
A simple redox reaction was used to successfully develop MnO2 nanosheets on the surface of CIP to produce a spherical flower-like structure CIP@MnO2 composite in this research. The results show that CIP@MnO2 composites have stronger dielectric loss capability and exhibit better electromagnetic wave absorption performance compared with CIP itself. The effective absorption bandwidth (RL < −20 dB) is 7.28 GHz (5.92 GHz-9.28 GHz, 11.2 GHz-15.12 GHz) at a frequency of 6.32 GHz with an RLmin of −63.87 dB and a thickness of 10 mm when the filling amount is 40 wt%. The excellent microwave absorption performance of the spherical flower-like structure CIP@MnO2 composite is attributed to the combined effect of multiple beneficial components and the electromagnetic attenuation capability produced by the special spherical flower-like structure. In addition, this spherical flower-like core-shell structure contributes to the formation of a discontinuous network that enhances the dispersion of microwave incidence and polarizes more interfacial charges, which facilitate the absorption of electromagnetic waves. This study demonstrates a simple and efficient process for producing CIP@MnO2 microwave-absorbing materials, which exhibit high absorption, bandwidth, and oxidation resistance, as well as a wide range of practical applications.

Conclusions
A simple redox reaction was used to successfully develop MnO 2 nanosheets on the surface of CIP to produce a spherical flower-like structure CIP@MnO 2 composite in this research. The results show that CIP@MnO 2 composites have stronger dielectric loss capability and exhibit better electromagnetic wave absorption performance compared with CIP itself. The effective absorption bandwidth (RL < −20 dB) is 7.28 GHz (5.92 GHz-9.28 GHz, 11.2 GHz-15.12 GHz) at a frequency of 6.32 GHz with an RL min of −63.87 dB and a thickness of 10 mm when the filling amount is 40 wt%. The excellent microwave absorption performance of the spherical flower-like structure CIP@MnO 2 composite is attributed to the combined effect of multiple beneficial components and the electromagnetic attenuation capability produced by the special spherical flower-like structure. In addition, this spherical flower-like core-shell structure contributes to the formation of a discontinuous network that enhances the dispersion of microwave incidence and polarizes more interfacial charges, which facilitate the absorption of electromagnetic waves. This study demonstrates a simple and efficient process for producing CIP@MnO 2 microwave-absorbing materials, which exhibit high absorption, bandwidth, and oxidation resistance, as well as a wide range of practical applications.